It is false that C. No real numbers are irrational numbers
Real numbers include both irrational and rational numbers so it is not true that a real number cannot be a rational number.
The other options are wrong because:
- All whole numbers are indeed integers because integers are numbers that do not have to be written as fractions which makes them whole.
- All integers greater than 0 are whole numbers because they do not need to be written as fractions.
- Because integers are whole numbers, they cannot be irrational numbers which are numbers that go on forever e.g. π. Integers are whole which means that they can be completed.
Conclusively speaking therefore, the only false statement here is that no real numbers are irrational numbers.
For more information look at https://brainly.com/question/1475390.
